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Resource Allocation Strategies under Attack-Defense Dual-Role and Malicious Attacks

机译:攻防双重角色和恶意攻击下的资源分配策略

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How to efficiently evaluate the network survivability is a critical issue in nowadays. Hence, we develop a multi-round network attack-defense scenario with dual-role players, who can attack and defend, and establish a mathematical model to optimize resource allocation and then predict the network survivability by the Average DOD. In each round, the players could allocate their attack resources on the nodes of their own network and on another player's network after updating related information about another player's. Furthermore, they could reallocate existing defense resources and repair compromised nodes. To solve the problem, the gradient method and the game theory would be adopted to find the optimal resource allocation strategies for both players.
机译:如今,如何有效评估网络的生存能力已成为一个关键问题。因此,我们开发了一个具有双重角色的多轮网络攻击防御方案,他们可以攻击和防御,并建立数学模型来优化资源分配,然后通过平均DOD预测网络生存能力。在每一回合中,玩家可以在更新有关另一位玩家的相关信息之后,在其自己的网络的节点上以及另一位玩家的网络上分配攻击资源。此外,他们可以重新分配现有的防御资源并修复受损的节点。为了解决这一问题,将采用梯度法和博弈论为双方找到最优的资源分配策略。

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